Yuan Li

most citedOn equations

(- 1)^{α} p^{x} + (- 1)^{β} (2^{k} (2 p + 1))^{y} = z^{2}

with Sophie Germain prime

p

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.CO2026

Sensitivity and Block Sensitivity of Elementary Symmetric Boolean Functions of Arbitrary Degree

Yuan Li, Jing Zhang

Let $σ_{n, d}$ denote the elementary symmetric Boolean function of $n$ variables and degree $d$ . We completely determine the sensitivity, average sensitivity, and block sensitivity…

math.NT2022★ 1 cited

On equations $(- 1)^{α} p^{x} + (- 1)^{β} (2^{k} (2 p + 1))^{y} = z^{2}$ with Sophie Germain prime $p$

Yuan Li, Jing Zhang, Baoxing Liu

In this paper, we consider the Diophantine equation $(- 1)^{α} p^{x} + (- 1)^{β} (2^{k} (2 p + 1))^{y} = z^{2}$ for Sophie Germain prime $p$ with $α, β \in {0, 1}$ , $α β = 0$ and $k \geq 0$ . First, for $p = 2$ ,…

Sensitivity and Block Sensitivity of Elementary Symmetric Boolean Functions of Arbitrary Degree

On equations (−1)αpx+(−1)β(2k(2p+1))y=z2 with Sophie Germain prime p

On equations $(- 1)^{α} p^{x} + (- 1)^{β} (2^{k} (2 p + 1))^{y} = z^{2}$ with Sophie Germain prime $p$